Question
Select the set in which the numbers are related in the
same way as are the numbers of the following set. (NOTE: Operations should be performed on the whole numbers, without breaking down the numbers into its constituent digits. E.g., 51 - Operations on 51 such as adding/ subtracting/ multiplying etc. to 51 can be performed. Breaking down 51 into 5 and 1 and then performing mathematical operations on 5 and 1 is not allowed) . (153, 164, 492)Solution
The logic followed here is: First number + 11 = Second number Second number X 3 = Third number (153, 164, 492) → 153 + 11 = 164; 164 x 3 = 492. 1) (108, 119, 357) → 108 + 11 = 119; 119 x 3 = 357. 2) (134, 145, 435) → 134 + 11 = 145; 145 x 3 = 435. 3) (115, 126, 378) → 115 + 11 = 126; 126 x 3 = 378. 3) (130, 141, 420) → 130 + 11 = 141; 141 x 3 = 423.
Which type of software is designed to help users perform specific tasks, such as creating documents, spreadsheets, or presentations?
In the context of preemptive CPU scheduling, which of the following algorithms can potentially cause starvation, and how can this issue be mitigated?Â
In a CI/CD pipeline, which of the following represents the most critical failure point that could delay the entire software release cycle?Â
In Numerical and Statistical Computing, which method is used for solving linear equations with large datasets?
Given the following code snippet, what will be the output when the function findMax is called with the array arr = [1, 5, 3, 9, 2]?Â
def findMax...
Which database management system feature helps ensure that all transactions are completed successfully and consistently? Â Â
...In object-oriented programming, what type of polymorphism is achieved at runtime?Â
An ATM (Automated Teller Machine) typically uses which type of computer system to perform its dedicated functions?
Which of the following protocols is responsible for sending and receiving emails across the internet?Â
Which early computing device is known for using punched cards to control a sequence of operations and is often considered a precursor to modern computers?